Calderon, A.P.,
On an inverse boundary value problem,
ConferenceBrazilian Mathematical Society, 1980,
WWW Link.
BibRef
8000
And:
Reprinted:
CompMath(25), No. 2-3, 2006, p. 133-138
WWW Link. The foundational (mathematics) paper in Electrical Impedance Tomography.
BibRef
Paulson, K.[Kevin],
Lionheart, W.R.B.[William R.B.],
Pidcock, M.[Michael],
Fast, non-linear inversion for electrical impedance tomography,
IVC(12), No. 6, July-August 1994, pp. 367-373.
Elsevier DOI
0401
BibRef
Adler, A.,
Guardo, R.,
Electrical impedance tomography:
Regularized Imaging and Contrast Detection,
MedImg(15), No. 2, April 1996, pp. 170-179.
IEEE Top Reference.
0203
BibRef
Ruan, W.X.[Wen-Xin],
Guardo, R.,
Adler, A.,
Experimental evaluation of two iterative reconstruction methods for
induced current electrical impedance tomography,
MedImg(15), No. 2, April 1996, pp. 180-187.
IEEE Top Reference.
0203
BibRef
Grootveld, C.J.,
Segal, A.,
Scarlett, B.,
Regularized Modified Newton-Raphson Technique Applied
to Electrical-Impedance Tomography,
IJIST(9), No. 1, 1998, pp. 60-65.
9801
BibRef
Levy, S.,
Adam, D.,
Bresler, Y.,
Electromagnetic impedance tomography (EMIT):
A new method for impedance imaging,
MedImg(21), No. 6, June 2002, pp. 676-687.
IEEE Top Reference.
0208
BibRef
Belward, C.[Catherine],
Howes, T.[Tony],
Forbes, L.K.[Lawrence K.],
An analytic simplification for the reconstruction problem of electrical
impedance tomography,
IJIST(12), No. 1, 2002, pp. 9-15.
WWW Link.
0202
BibRef
Cohen-Bacrie, C.,
Goussard, Y.,
Guardo, R.,
Regularized reconstruction in electrical impedance tomography using a
variance uniformization constraint,
MedImg(16), No. 5, October 1997, pp. 562-571.
IEEE Top Reference.
0205
BibRef
Glidewell, M.E.,
Ng, K.T.,
Anatomically constrained electrical impedance tomography for
three-dimensional anisotropic bodies,
MedImg(16), No. 5, October 1997, pp. 572-580.
IEEE Top Reference.
0205
BibRef
Mueller, J.L.,
Siltanen, S.,
Isaacson, D.,
A direct reconstruction algorithm for electrical impedance tomography,
MedImg(21), No. 6, June 2002, pp. 555-559.
IEEE Top Reference.
0208
BibRef
Isaacson, D.,
Mueller, J.L.,
Newell, J.C.,
Siltanen, S.,
Reconstructions of Chest Phantoms by the D-Bar Method for Electrical
Impedance Tomography,
MedImg(23), No. 7, July 2004, pp. 821-828.
IEEE Abstract.
0407
BibRef
Boverman, G.,
Kao, T.J.,
Kulkarni, R.,
Kim, B.S.,
Isaacson, D.,
Saulnier, G.J.,
Newell, J.C.,
Robust Linearized Image Reconstruction for Multifrequency EIT of the
Breast,
MedImg(27), No. 10, October 2008, pp. 1439-1448.
IEEE DOI
0810
BibRef
Jossinet, J.,
Marry, E.,
Montalibet, A.,
Electrical impedance endo-tomography: imaging tissue from inside,
MedImg(21), No. 6, June 2002, pp. 560-565.
IEEE Top Reference.
0208
BibRef
Frangi, A.F.,
Riu, P.J.,
Rosell, J.,
Viergever, M.A.,
Propagation of measurement noise through backprojection reconstruction
in electrical impedance tomography,
MedImg(21), No. 6, June 2002, pp. 566-578.
IEEE Top Reference.
0208
BibRef
Fitzgerald, A.J.,
Holder, D.S.,
Eadie, L.,
Hare, C.,
Bayford, R.H.,
A comparison of techniques to optimize measurement of voltage changes
in electrical impedance tomography by minimizing phase shift errors,
MedImg(21), No. 6, June 2002, pp. 668-675.
IEEE Top Reference.
0208
BibRef
Khang, H.S.[Hyun Soo],
Lee, B.I.[Byung Il],
Oh, S.H.[Suk Hoon],
Woo, E.J.[Eung Je],
Lee, S.Y.[Soo Yeol],
Cho, M.H.[Min Hyoung],
Kwon, O.[Ohin],
Yoon, J.R.[Jeong Rock],
Seo, J.K.[Jin Keun],
J-substitution algorithm in magnetic resonance electrical impedance
tomography (MREIT): phantom experiments for static resistivity images,
MedImg(21), No. 6, June 2002, pp. 695-702.
IEEE Top Reference.
0208
BibRef
Lee, S.,
Seo, J.K.,
Park, C.,
Lee, B.I.,
Woo, E.J.,
Lee, S.Y.,
Kwon, O.,
Hahn, J.,
Conductivity Image Reconstruction From Defective Data in MREIT:
Numerical Simulation and Animal Experiment,
MedImg(25), No. 2, February 2006, pp. 168-176.
IEEE DOI
0602
magnetic resonance electrical impedance tomography.
BibRef
Nam, H.S.,
Kwon, O.I.,
Axial Anisotropic Conductivity Imaging Based on Projected Current
Density in MREIT,
MedImg(29), No. 3, March 2010, pp. 781-789.
IEEE DOI
1003
magnetic resonance electrical impedance tomography
BibRef
Zlochiver, S.,
Rosenfeld, M.,
Abboud, S.,
Induced-current electrical impedance tomography:
A 2-d theoretical simulation,
MedImg(22), No. 12, December 2003, pp. 1550-1560.
IEEE Abstract.
0401
BibRef
Park, C.,
Kwon, O.,
Woo, E.J.,
Seo, J.K.,
Electrical Conductivity Imaging Using Gradient z-Decomposition
Algorithm in Magnetic Resonance Electrical Impedance Tomography (MREIT),
MedImg(23), No. 3, March 2004, pp. 388-394.
IEEE Abstract.
0403
BibRef
Song, Y.Z.[Yi-Zhuang],
Ammari, H.[Habib],
Seo, J.K.[Jin Keun],
Fast Magnetic Resonance Electrical Impedance Tomography with Highly
Undersampled Data,
SIIMS(10), No. 2, 2017, pp. 558-577.
DOI Link
1708
BibRef
Demidenko, E.,
Hartov, A.,
Paulsen, K.D.,
Statistical Estimation of Resistance/Conductance by Electrical
Impedance Tomography Measurements,
MedImg(23), No. 7, July 2004, pp. 829-838.
IEEE Abstract.
0407
BibRef
Soni, N.K.,
Paulsen, K.D.,
Dehghani, H.,
Hartov, A.,
Finite Element Implementation of Maxwell's Equations for Image
Reconstruction in Electrical Impedance Tomography,
MedImg(25), No. 1, January 2006, pp. 55-61.
IEEE DOI
0601
BibRef
Lim, K.H.,
Lee, J.H.,
Ye, G.,
Liu, Q.H.,
An Efficient Forward Solver in Electrical Impedance Tomography by
Spectral Element Method,
MedImg(25), No. 8, August 2006, pp. 1044-1051.
IEEE DOI
0608
BibRef
Babaeizadeh, S.,
Brooks, D.H.,
Isaacson, D.,
Newell, J.C.,
Electrode boundary conditions and experimental validation for BEM-based
EIT forward and inverse solutions,
MedImg(25), No. 9, September 2006, pp. 1180-1188.
IEEE DOI
0609
electrical impedance tomography.
BibRef
Babaeizadeh, S.[Saeed],
Brooks, D.H.[Dana H.],
Electrical Impedance Tomography for Piecewise Constant Domains Using
Boundary Element Shape-Based Inverse Solutions,
MedImg(26), No. 5, May 2007, pp. 637-647.
IEEE DOI
0705
BibRef
Naik, N.,
Eriksson, J.,
de Groen, P.,
Sahli, H.,
A Nonlinear Iterative Reconstruction and Analysis Approach to
Shape-Based Approximate Electromagnetic Tomography,
GeoRS(46), No. 5, May 2008, pp. 1558-1574.
IEEE DOI
0804
BibRef
Ireland, R.H.[Rob H.],
Barber, D.C.[David C.],
Constrained image reconstruction for magnetic detection electrical
impedance tomography,
IJIST(17), No. 6, 2007, pp. 379-382.
DOI Link
0804
BibRef
Hasanov, K.F.,
Ma, A.W.,
Nachman, A.I.,
Joy, M.L.G.,
Current Density Impedance Imaging,
MedImg(27), No. 9, September 2008, pp. 1301-1309.
IEEE DOI
0809
BibRef
Wang, D.,
de Monte, T.P.,
Ma, W.,
Joy, M.L.G.,
Nachman, A.I.,
Multislice Radio-Frequency Current Density Imaging,
MedImg(28), No. 7, July 2009, pp. 1083-1092.
IEEE DOI
0906
BibRef
Wang, D.,
Ma, W.,
de Monte, T.P.,
Nachman, A.I.,
Joy, M.L.G.,
Radio-Frequency Current Density Imaging Based on a 180° Sample
Rotation With Feasibility Study of Full Current Density Vector
Reconstruction,
MedImg(30), No. 2, February 2011, pp. 327-337.
IEEE DOI
1102
BibRef
Kolehmainen, V.,
Lassas, M.,
Ola, P.,
Electrical Impedance Tomography Problem With Inaccurately Known
Boundary and Contact Impedances,
MedImg(27), No. 10, October 2008, pp. 1404-1414.
IEEE DOI
0810
BibRef
Seo, J.K.,
Kim, S.W.,
Kim, S.,
Liu, J.,
Woo, E.J.,
Jeon, K.,
Lee, C.O.,
Local Harmonic B_z Algorithm With Domain Decomposition in MREIT:
Computer Simulation Study,
MedImg(27), No. 12, December 2008, pp. 1754-1761.
IEEE DOI
0812
magnetic resonance electrical impedance tomography
BibRef
Ijaz, U.Z.[Umer Zeeshan],
Dynamic phase boundary estimation using electrical impedance tomography,
Ph.D.Thesis, Cheju National University, Korea, December 2007.
PDF File.
BibRef
0712
Ijaz, U.Z.[Umer Zeeshan],
Khambampati, A.K.[Anil Kumar],
Lee, J.S.[Jeong Seong],
Kim, S.[Sin], and
Kim, K.Y.[Kyung Youn],
Nonstationary phase boundary estimation in electrical impedance tomography
using unscented Kalman filter,
CompPhys(227), No. 15, 20 July 2008, pp. 7089-7112.
Elsevier DOI
BibRef
0807
Ijaz, U.Z.[Umer Zeeshan],
Chung, S.I.[Soon Il],
Khambampati, A.K.[Anil Kumar],
Kim, K.Y.[Kyung Youn], and
Kim, S.[Sin],
Electrical resistance imaging of a time-varying interface in
stratified flows using an unscented Kalman filter,
MeasureSciTech(19), 2008, paper 065501 (11pp).
DOI Link
BibRef
0800
Kim, Y.S.[Yong Song],
Lee, S.H.[Seong Hun],
Ijaz, U.Z.[Umer Zeeshan],
Kim, K.Y.[Kyung Youn], and
Choi, B.Y.[Bong Yeol],
Sensitivity map generation in electrical capacitance tomography
using mixed normalization models,
MeasureSciTech(18), 2007, pp. 2092-2102.
DOI Link Electrical Capacitance Tomography
BibRef
0700
Kim, S.[Sin],
Ijaz, U.Z.[Umer Zeeshan],
Khambampati, A.K.[Anil Kumar],
Kim, K.Y.[Kyung Youn],
Kim, M.C.[Min Chan], and
Chung, S.I.[Soon Il],
Moving interfacial boundary estimation in stratified flow of two
immiscible liquids using electrical resistance tomography,
MeasureSciTech(18), 2007, pp. 1257-1269.
DOI Link
BibRef
0700
Ijaz, U.Z.[Umer Zeeshan],
Kim, J.H.[Jeong-Hoon],
Khambampati, A.K.[Anil Kumar],
Kim, M.C.[Min-Chan],
Kim, S.[Sin], and
Kim, K.Y.[Kyung-Youn],
Concentration distribution estimation of fluid through
lectrical impedance tomography based on interacting multiple model scheme,
FlowMeasure(18), No. 1, March 2007, pp. 47-56.
Elsevier DOI
BibRef
0703
Kim, B.S.[Bong Seok],
Ijaz, U.Z.[Umer Zeeshan],
Kim, J.H.[Jeong Hoon],
Kim, M.C.[Min Chan],
Kim, S.[Sin], and
Kim, K.Y.[Kyung Youn],
Nonstationary phase boundary estimation in electrical impedance tomography
based on the interacting multiple model scheme,
MeasureSciTech(18), 2007, pp. 62-70.
DOI Link
BibRef
0700
Kim, J.H.[Jae Hyoung],
Kang, B.C.[Byoung Chae],
Lee, S.H.[Seong Hun],
Choi, B.Y.[Bong Yeol],
Kim, M.C.[Min Chan],
Kim, B.S.[Bong Seok],
Ijaz, U.Z.[Umer Zeeshan],
Kim, K.Y.[Kyung Youn], and
Kim, S.[Sin],
Phase boundary estimation in electrical resistance tomography
with weighted multi-layered neural networks and front point approach,
MeasureSciTech(17), 2006, pp. 2731-2739.
DOI Link
BibRef
0600
Ijaz, U.Z.,
Kim, J.H.,
Kim, M.C.,
Kim, S.,
Park, J.W.,
Kim, K.Y.,
Nondestructive dynamic process monitoring using
electrical capacitance tomography,
KEM(321-323 II), 2006, pp. 1671-1674.
WWW Link.
BibRef
0600
Kim, S.[Sin],
Ijaz, U.Z.,
Khambampati, A.K.,
Kim, K.Y.[Kyung Youn],
Kim, M.C.[Min Chan],
Effect of Current Injection Patterns on Dynamic
Electrical Resistance Imaging for Fast Transient Processes,
Sensors06(506-509).
IEEE DOI
BibRef
0600
Ijaz, U.Z.[Umer Zeeshan],
Khambampati, A.K.[Anil Kumar],
Lee, J.S.[Jeong Seong],
Kim, K.Y.[Kyung Youn],
Kim, M.C.[Min Chan], and
Kim, S.[Sin],
Electrical Resistance Imaging of Two-Phase Flow Through Rod Bundles,
AIP(914), 2007, pp. 844-849.
DOI Link
BibRef
0700
Ijaz, U.Z.[Umer Zeeshan],
Khambampati, A.K.[Anil Kumar],
Kim, M.C.[Min Chan],
Kim, S.[Sin],
Lee, J.S.[Jeong Seong], and
Kim, K.Y.[Kyung Youn],
Particle Swarm Optimization Technique For Elliptic Region Boundary
stimation In Electrical Impedance Tomography,
AIP(914), 2007, pp. 896-901.
DOI Link
BibRef
0700
Ijaz, U.Z.,
Kim, B.S.,
Kao, T.J.,
Khambampati, A.K.,
Kim, M.C.,
Newell, J.C.,
Isaacson, D.,
Kim, K.Y.,
Mammography phantom studies using 3D electrical impedance tomography
with numerical forward solver,
FBIT07(379-383).
IEEE DOI
BibRef
0700
Boverman, G.,
Kao, T.J.,
Isaacson, D.,
Saulnier, G.J.,
An Implementation of Calderon's Method for 3-D Limited-View EIT,
MedImg(28), No. 7, July 2009, pp. 1073-1082.
IEEE DOI
0906
electrical impedance tomography
BibRef
Katscher, U.,
Voigt, T.,
Findeklee, C.,
Vernickel, P.,
Nehrke, K.,
Dossel, O.,
Determination of Electric Conductivity and Local SAR Via B1 Mapping,
MedImg(28), No. 9, September 2009, pp. 1365-1374.
IEEE DOI
0909
Electrical properties tomography.
BibRef
Murphy, E.K.,
Mueller, J.L.,
Effect of Domain Shape Modeling and Measurement Errors on the 2-D D-Bar
Method for EIT,
MedImg(28), No. 10, October 2009, pp. 1576-1584.
IEEE DOI
0910
electrical impedance tomography.
BibRef
Kim, H.J.,
Kim, Y.T.,
Minhas, A.S.,
Jeong, W.C.,
Woo, E.J.,
Seo, J.K.,
Kwon, O.J.,
In Vivo High-Resolution Conductivity Imaging of the Human Leg Using
MREIT: The First Human Experiment,
MedImg(28), No. 11, November 2009, pp. 1681-1687.
IEEE DOI
0911
BibRef
Capdeboscq, Y.,
Fehrenbach, J.,
de Gournay, F.,
Kavian, O.,
Imaging by Modification: Numerical Reconstruction of Local
Conductivities from Corresponding Power Density Measurements,
SIIMS(2), No. 4, 2009, pp. 1003-1030.
DOI Link inverse problem; conductivity; imaging
Reconstruct impedance by power density.
BibRef
0900
Maalej, N.M.,
Belhadj, C.A.,
Abdel-Galil, T.K.,
Habiballah, I.O.,
Visible Human Utilization to Render Induced Electric Field and Current
Density Images Inside the Human,
PIEEE(97), No. 12, December 2009, pp. 2053-2059.
IEEE DOI
0912
BibRef
Borsic, A.,
Graham, B.M.,
Adler, A.,
Lionheart, W.R.B.,
In Vivo Impedance Imaging With Total Variation Regularization,
MedImg(29), No. 1, January 2010, pp. 44-54.
IEEE DOI
1001
BibRef
Griesmaier, R.[Roland],
Reconstruction Of Thin Tubular Inclusions in Three-Dimensional Domains
Using Electrical Impedance Tomography,
SIIMS(3), No. 3, 2010, pp. 340-362.
DOI Link electrical impedance tomography; thin tubular inclusions; asymptotic
expansions; factorization method
BibRef
1000
Griesmaier, R.[Roland],
Hanke, M.[Martin],
Multifrequency Impedance Imaging with Multiple Signal Classification,
SIIMS(8), No. 2, 2015, pp. 939-967.
DOI Link
1507
BibRef
Harrach, B.,
Seo, J.K.,
Woo, E.J.,
Factorization Method and Its Physical Justification in
Frequency-Difference Electrical Impedance Tomography,
MedImg(29), No. 11, November 2010, pp. 1918-1926.
IEEE DOI
1011
BibRef
Nissinen, A.,
Kolehmainen, V.P.,
Kaipio, J.P.,
Compensation of Modelling Errors Due to Unknown Domain Boundary in
Electrical Impedance Tomography,
MedImg(30), No. 2, February 2011, pp. 231-242.
IEEE DOI
1102
See also Compensation of Modelling Errors Due to Unknown Domain Boundary in Electrical Impedance Tomography.
BibRef
Negishi, M.,
Tong, T.,
Constable, R.T.,
Magnetic Resonance Driven Electrical Impedance Tomography:
A Simulation Study,
MedImg(30), No. 3, March 2011, pp. 828-837.
IEEE DOI
1103
BibRef
Lei, J.[Jing],
Liu, S.[Shi],
An Image Reconstruction Algorithm Based on the Regularized Minimax
Estimation for Electrical Capacitance Tomography,
JMIV(39), No. 3, March 2011, pp. 269-291.
WWW Link.
1103
BibRef
Xin, S.,
Wang, H.,
Extensible electrical capacitance tomography system for gas-liquid
two-phase flow,
IET-IPR(5), No. 5, 2011, pp. 500-507.
DOI Link
1108
BibRef
Yin, W.,
Peyton, A.J.,
Improvement of signal-to-noise ratio and image stability in magnetic
inductance tomography by exploiting transient response analysis,
IET-IPR(5), No. 5, 2011, pp. 508-512.
DOI Link
1108
BibRef
Yang, D.Y.,
Zhou, B.,
Xu, C.L.,
Wang, S.M.,
Thick-wall electrical capacitance tomography and its application in
dense-phase pneumatic conveying under high pressure,
IET-IPR(5), No. 5, 2011, pp. 513-522.
DOI Link
1108
BibRef
Shaib, M.F.B.[Mohd Fadzli Ben_Abd],
Mohamad, E.J.[Elmy Johana],
Rahim, R.A.[Ruzairi Abdul],
Jamil, M.B.[Mahadi Ben_Abd],
Ling, L.P.[Leow Pei],
An Overview: Effectiveness of Different Arrangement for Electrode Guard
in Electrical Capacitance Tomography,
Sensors(135), No. 12, December, pp. 20-26:
HTML Version.
BibRef
0012
Polydorides, N.[Nick],
Aghasi, A.[Alireza],
Miller, E.L.[Eric L.],
High-Order Regularized Regression in Electrical Impedance Tomography,
SIIMS(5), No. 3 2012, pp. 912-943.
DOI Link
1209
BibRef
Grychtol, B.,
Lionheart, W.R.B.,
Bodenstein, M.,
Wolf, G.K.,
Adler, A.,
Impact of Model Shape Mismatch on Reconstruction Quality in Electrical
Impedance Tomography,
MedImg(31), No. 9, September 2012, pp. 1754-1760.
IEEE DOI
1209
BibRef
Boyle, A.,
Adler, A.,
Lionheart, W.R.B.,
Shape Deformation in Two-Dimensional Electrical Impedance Tomography,
MedImg(31), No. 12, December 2012, pp. 2185-2193.
IEEE DOI
1212
BibRef
Dardé, J.,
Hyvönen, N.,
Seppänen, A.,
Staboulis, S.,
Simultaneous Reconstruction of Outer Boundary Shape and Admittivity
Distribution in Electrical Impedance Tomography,
SIIMS(6), No. 1, 2013, pp. 176-198.
DOI Link
1304
BibRef
Hamilton, S.J.,
Mueller, J.L.,
Direct EIT Reconstructions of Complex Admittivities on a Chest-Shaped
Domain in 2-D,
MedImg(32), No. 4, April 2013, pp. 757-769.
IEEE DOI
1304
Electrical impedance tomography.
BibRef
Alsaker, M.[Melody],
Mueller, J.L.[Jennifer L.],
A D-Bar Algorithm with A Priori Information for 2-Dimensional
Electrical Impedance Tomography,
SIIMS(9), No. 4, 2016, pp. 1619-1654.
DOI Link
1612
BibRef
Hamilton, S.J.,
Mueller, J.L.[Jennifer L.],
Alsaker, M.[Melody],
Incorporating a Spatial Prior into Nonlinear D-Bar EIT Imaging for
Complex Admittivities,
MedImg(36), No. 2, February 2017, pp. 457-466.
IEEE DOI
1702
Conductivity
BibRef
Mamatjan, Y.,
Grychtol, B.,
Gaggero, P.,
Justiz, J.,
Koch, V.M.,
Adler, A.,
Evaluation and Real-Time Monitoring of Data Quality in Electrical
Impedance Tomography,
MedImg(32), No. 11, 2013, pp. 1997-2005.
IEEE DOI
1312
biomedical electrodes
BibRef
Malone, E.,
Sato dos Santos, G.,
Holder, D.,
Arridge, S.R.,
Multifrequency Electrical Impedance Tomography Using Spectral
Constraints,
MedImg(33), No. 2, February 2014, pp. 340-350.
IEEE DOI
1403
bioelectric potentials
BibRef
Malone, E.,
Sato dos Santos, G.,
Holder, D.,
Arridge, S.R.,
A Reconstruction-Classification Method for Multifrequency Electrical
Impedance Tomography,
MedImg(34), No. 7, July 2015, pp. 1486-1497.
IEEE DOI
1507
Conductivity
BibRef
Winkler, R.,
Rieder, A.,
Resolution-Controlled Conductivity Discretization in Electrical
Impedance Tomography,
SIIMS(7), No. 4, 2014, pp. 2048-2077.
DOI Link
1412
BibRef
Khan, S.,
Manwaring, P.,
Borsic, A.,
Halter, R.,
FPGA-Based Voltage and Current Dual Drive System for High Frame Rate
Electrical Impedance Tomography,
MedImg(34), No. 4, April 2015, pp. 888-901.
IEEE DOI
1504
Electrodes
BibRef
Borsic, A.,
Perreard, I.,
Mahara, A.,
Halter, R.J.,
An Inverse Problems Approach to MR-EPT Image Reconstruction,
MedImg(35), No. 1, January 2016, pp. 244-256.
IEEE DOI
1601
Conductivity
BibRef
Harrach, B.,
Ullrich, M.,
Resolution Guarantees in Electrical Impedance Tomography,
MedImg(34), No. 7, July 2015, pp. 1513-1521.
IEEE DOI
1507
Conductivity
BibRef
Murphy, E.K.,
Mahara, A.,
Halter, R.J.,
A Novel Regularization Technique for Microendoscopic Electrical
Impedance Tomography,
MedImg(35), No. 7, July 2016, pp. 1593-1603.
IEEE DOI
1608
biological organs
BibRef
Murphy, E.K.,
Mahara, A.,
Halter, R.J.,
Absolute Reconstructions Using Rotational Electrical Impedance
Tomography for Breast Cancer Imaging,
MedImg(36), No. 4, April 2017, pp. 892-903.
IEEE DOI
1704
Electrodes
BibRef
Hamilton, S.J.,
Reyes, J.M.,
Siltanen, S.,
Zhang, X.,
A Hybrid Segmentation and D-Bar Method for Electrical Impedance
Tomography,
SIIMS(9), No. 2, 2016, pp. 770-793.
DOI Link
1608
BibRef
Alberti, G.S.[Giovanni S.],
Ammari, H.[Habib],
Jin, B.[Bangti],
Seo, J.K.[Jin-Keun],
Zhang, W.L.[Wen-Long],
The Linearized Inverse Problem in Multifrequency Electrical Impedance
Tomography,
SIIMS(9), No. 4, 2016, pp. 1525-1551.
DOI Link
1612
BibRef
Elsaid, N.M.H.,
Nachman, A.I.,
Ma, W.,
DeMonte, T.P.,
Joy, M.L.G.,
The Impact of Anisotropy on the Accuracy of Conductivity Imaging:
A Quantitative Validation Study,
MedImg(36), No. 2, February 2017, pp. 507-517.
IEEE DOI
1702
Conductivity
BibRef
Shin, J.,
Kim, M.O.,
Cho, S.,
Kim, D.H.,
Fast Spin Echo Imaging-Based Electric Property Tomography With
K-Space Weighting via T_2 Relaxation (rEPT),
MedImg(36), No. 8, August 2017, pp. 1615-1625.
IEEE DOI
1708
Conductivity, Frequency-domain analysis, Image reconstruction,
Imaging, Magnetic fields, Modulation, Signal to noise ratio, T2MTF,
FSE, MREPT, electrical conductivity, electrical, property, tomography
BibRef
Ammari, H.[Habib],
Kwon, H.[Hyeuknam],
Lee, S.[Seungri],
Seo, J.K.[Jin Keun],
Mathematical Framework for Abdominal Electrical Impedance Tomography
to Assess Fatness,
SIIMS(10), No. 2, 2017, pp. 900-919.
DOI Link
1708
BibRef
Gong, B.,
Schullcke, B.,
Krueger-Ziolek, S.,
Vauhkonen, M.,
Wolf, G.,
Mueller-Lisse, U.,
Moeller, K.,
EIT Imaging Regularization Based on Spectral Graph Wavelets,
MedImg(36), No. 9, September 2017, pp. 1832-1844.
IEEE DOI
1709
bioelectric phenomena, biological tissues,
electric impedance imaging,
wavelet transforms, wavelet transforms, Jacobian matrices,
Electricalimpedancetomography
BibRef
Liu, D.,
Khambampati, A.K.,
Du, J.,
A Parametric Level Set Method for Electrical Impedance Tomography,
MedImg(37), No. 2, February 2018, pp. 451-460.
IEEE DOI
1802
Conductivity, Image reconstruction, Inverse problems, Level set,
Lungs, Shape, Tomography, Electrical impedance tomography,
parametric level set method
BibRef
Garmatter, D.[Dominik],
Harrach, B.[Bastian],
Magnetic Resonance Electrical Impedance Tomography (MREIT):
Convergence and Reduced Basis Approach,
SIIMS(11), No. 1, 2018, pp. 863-887.
DOI Link
1804
BibRef
Liu, S.,
Jia, J.,
Zhang, Y.D.,
Yang, Y.,
Image Reconstruction in Electrical Impedance Tomography Based on
Structure-Aware Sparse Bayesian Learning,
MedImg(37), No. 9, September 2018, pp. 2090-2102.
IEEE DOI
1809
Tomography, Image reconstruction, Bayes methods, Electrodes,
Voltage measurement, Conductivity, Computational modeling,
maximuma posteriori(MAP) estimation
BibRef
Leijsen, R.L.,
Brink, W.M.,
van den Berg, C.A.T.,
Webb, A.G.,
Remis, R.F.,
3-D Contrast Source Inversion-Electrical Properties Tomography,
MedImg(37), No. 9, September 2018, pp. 2080-2089.
IEEE DOI
1809
Radio frequency, Mathematical model,
Image reconstruction, Magnetic resonance imaging,
electromagnetic Green's tensor field representations
BibRef
Lee, K.,
Woo, E.J.,
Seo, J.K.,
A Fidelity-Embedded Regularization Method for Robust Electrical
Impedance Tomography,
MedImg(37), No. 9, September 2018, pp. 1970-1977.
IEEE DOI
1809
Electrodes, Conductivity, Tomography, Image reconstruction,
Voltage measurement, Jacobian matrices,
motion artifacts reduction
BibRef
Hamilton, S.J.,
Hauptmann, A.,
Deep D-Bar: Real-Time Electrical Impedance Tomography Imaging With
Deep Neural Networks,
MedImg(37), No. 10, October 2018, pp. 2367-2377.
IEEE DOI
1810
Tomography, Image reconstruction, Conductivity, Real-time systems,
Impedance, Robustness, Current measurement,
conductivity imaging
BibRef
Liu, D.,
Smyl, D.,
Du, J.,
A Parametric Level Set-Based Approach to Difference Imaging in
Electrical Impedance Tomography,
MedImg(38), No. 1, January 2019, pp. 145-155.
IEEE DOI
1901
Conductivity, Tomography, Image reconstruction,
Computational modeling, Level set, Conductivity measurement,
inverse problems
BibRef
Liu, D.,
Gu, D.,
Smyl, D.,
Deng, J.,
Du, J.,
B-Spline Level Set Method for Shape Reconstruction in Electrical
Impedance Tomography,
MedImg(39), No. 6, June 2020, pp. 1917-1929.
IEEE DOI
2006
Electrical impedance tomography, B-spline level set method,
Inverse problems, Shape reconstruction
BibRef
Liu, D.,
Gu, D.,
Smyl, D.,
Deng, J.,
Du, J.,
Shape Reconstruction Using Boolean Operations in Electrical Impedance
Tomography,
MedImg(39), No. 9, September 2020, pp. 2954-2964.
IEEE DOI
2009
Shape, Image reconstruction, Conductivity, Splines (mathematics),
Level set, Reconstruction algorithms,
lung imaging
BibRef
Ren, S.,
Sun, K.,
Liu, D.,
Dong, F.,
A Statistical Shape-Constrained Reconstruction Framework for
Electrical Impedance Tomography,
MedImg(38), No. 10, October 2019, pp. 2400-2410.
IEEE DOI
1910
Shape, Lung, Image reconstruction, Computed tomography, Conductivity,
Electrical impedance tomography, lung imaging,
robust principal component analysis
BibRef
Liu, D.,
Gu, D.,
Smyl, D.,
Deng, J.,
Du, J.,
B-Spline-Based Sharp Feature Preserving Shape Reconstruction Approach
for Electrical Impedance Tomography,
MedImg(38), No. 11, November 2019, pp. 2533-2544.
IEEE DOI
1911
Tomography, Splines (mathematics), Shape, Image reconstruction,
Conductivity, Fourier series, Numerical models,
inverse problems
BibRef
Liu, D.,
Du, J.,
A Moving Morphable Components Based Shape Reconstruction Framework
for Electrical Impedance Tomography,
MedImg(38), No. 12, December 2019, pp. 2937-2948.
IEEE DOI
1912
Shape, Image reconstruction, Tomography, Topology, Level set,
Conductivity, Electrodes, Electrical impedance tomography,
inverse problems
BibRef
Jiang, Y.D.,
Soleimani, M.,
Capacitively Coupled Electrical Impedance Tomography for Brain
Imaging,
MedImg(38), No. 9, September 2019, pp. 2104-2113.
IEEE DOI
1909
Electrodes, Tomography, Impedance, Head, Conductivity,
Electrical resistance measurement,
multi-frequency time-difference imaging
BibRef
Connell, I.R.O.,
Menon, R.S.,
Shape Optimization of an Electric Dipole Array for 7 Tesla
Neuroimaging,
MedImg(38), No. 9, September 2019, pp. 2177-2187.
IEEE DOI
1909
Radio frequency, Optimization, Conductors, Shape, Head, Couplings,
Impedance, Radio-frequency arrays, RF arrays, MRI RF coils, dipoles,
shape optimization
BibRef
Liang, G.,
Ren, S.,
Dong, F.,
A Shape-Based Statistical Inversion Method for EIT/URT Dual-Modality
Imaging,
IP(29), 2020, pp. 4099-4113.
IEEE DOI
2002
Dual-modality imaging, inclusion boundary reconstruction,
electrical impedance tomography,
statistical inversion
BibRef
Wei, Z.,
Chen, X.,
Induced-Current Learning Method for Nonlinear Reconstructions in
Electrical Impedance Tomography,
MedImg(39), No. 5, May 2020, pp. 1326-1334.
IEEE DOI
2005
Tomography, Conductivity, Mathematical model, Image reconstruction,
Inverse problems, Pollution measurement, Electrodes,
convolutional neural network
BibRef
Li, Z.,
Zhang, J.,
Liu, D.,
Du, J.,
CT Image-Guided Electrical Impedance Tomography for Medical Imaging,
MedImg(39), No. 6, June 2020, pp. 1822-1832.
IEEE DOI
2006
Computed tomography, cross-gradient function,
electrical impedance tomography, lung imaging
BibRef
Jauhiainen, J.[Jyrki],
Kuusela, P.[Petri],
Seppänen, A.[Aku],
Valkonen, T.[Tuomo],
Relaxed Gauss-Newton Methods with Applications to Electrical
Impedance Tomography,
SIIMS(13), No. 3, 2020, pp. 1415-1445.
DOI Link
2010
BibRef
Murphy, E.K.,
Wu, X.,
Everitt, A.C.,
Halter, R.J.,
Phantom Studies of Fused-Data TREIT Using Only Biopsy-Probe
Electrodes,
MedImg(39), No. 11, November 2020, pp. 3367-3378.
IEEE DOI
2011
Electrodes, Biopsy, Probes, Tomography, Image reconstruction,
Conductivity, Data fusion, electrical impedance tomography,
bioimpedance
BibRef
Liu, D.,
Smyl, D.,
Gu, D.,
Du, J.,
Shape-Driven Difference Electrical Impedance Tomography,
MedImg(39), No. 12, December 2020, pp. 3801-3812.
IEEE DOI
2012
Tomography, Conductivity, Image reconstruction, Shape,
Computational modeling, Conductivity measurement, shape reconstruction
BibRef
Liu, D.,
Gu, D.,
Smyl, D.,
Khambampati, A.K.,
Deng, J.,
Du, J.,
Shape-Driven EIT Reconstruction Using Fourier Representations,
MedImg(40), No. 2, February 2021, pp. 481-490.
IEEE DOI
2102
Shape, Image reconstruction, Tomography, Conductivity, Topology,
Conductivity measurement, Current measurement, primitives
BibRef
Li, X.,
Lu, Y.,
Wang, J.,
Dang, X.,
Wang, Q.,
Duan, X.,
Sun, Y.,
An image reconstruction framework based on deep neural network for
electrical impedance tomography,
ICIP17(3585-3589)
IEEE DOI
1803
Conductivity, Finite element analysis, Image reconstruction,
Mathematical model, Tomography, Training, Voltage measurement,
stacked autoencoder (SAE)
BibRef
Zaravi, S.,
Amirfattahi, R.,
Vahdat, B.V.,
Investigation of error propagation and measurement error for 2D block
method in Electrical Impedance Tomography,
IPRIA15(1-4)
IEEE DOI
1603
bioelectric potentials
BibRef
Lu, L.[Lin],
Liu, L.[Lili],
Hu, C.[Chun],
Analysis of the electrical impedance tomography algorithm based on
finite element method and Tikhonov regularization,
ICWAPR14(36-42)
IEEE DOI
1402
Electrodes
BibRef
Maimaitijiang, Y.,
Roula, M.A.,
Sobeihi, K.,
Watson, S.,
Williams, R.J.,
Griffiths, H.,
A parallel implementation of a Magnetic Induction Tomography: Image
reconstruction algorithm on the ClearSpeed Advance accelerator board,
ICIP09(1757-1760).
IEEE DOI
0911
BibRef
Isa, M.D.[Mohd Daud],
Rahmat, M.F.[Mohd Fua'ad],
Application of Digital Imaging Technique in Electrical Charge
Tomography System for Image Reconstruction Validation,
ICMV09(277-281).
IEEE DOI
0912
BibRef
He, S.J.[Shi-Jun],
Wang, H.X.[Hua-Xiang],
Zhou, R.Y.[Ru-Yan],
A 3D Image Reconstruction Algorithm of Electrical Capacitance
Tomography Based on Support Vector Machines,
CISP09(1-4).
IEEE DOI
0910
BibRef
Huang, J.J.[Ji-Jer],
Cheng, K.S.[Kuo-Sheng],
The effect of electrode-skin interface model in electrical impedance
imaging,
ICIP98(III: 837-840).
IEEE DOI
9810
BibRef
Martin, T.,
Idier, J.,
A FEM-Based Nonlinear MAP Estimator in Electrical Impedance
Tomography,
ICIP97(II: 684-687).
IEEE DOI
BibRef
9700
Shallof, A.M.,
Barber, D.C.,
Imaging the complex conductivity in electrical impedance tomography,
ICIP96(III: 543-546).
IEEE DOI
9610
BibRef
Gu, T.Y.[Tian-You],
Wu, B.Y.[Bao-Yong],
Zhang, C.L.[Cheng-Lin],
Zhang, D.C.[Dian-Cheng],
An experimental system for the waveform recognition of impedance
plethysmography,
ICPR88(I: 473-475).
IEEE DOI
8811
BibRef
Chapter on Medical Applications, CAT, MRI, Ultrasound, Heart Models, Brain Models continues in
Tomographic Image Generation, Cone-Beam, Fan-Beam, Helical, Spiral Reconstruction .